基础数学系学术报告
题目: Complex Deformation of Kahler-Einstein Manifolds and Weil-Petersson Metric
报告人: 张蓥莹（清华大学丘成桐数学中心）
时间🚬：2023-10-27 15:00-16:00 (周五下午)
地点: 沙河校区E404
摘要: The Weil-Petersson metric is an important tool in understanding the geometry/topology of the Teichmuller space of Riemann surfaces. To study the Weil-Petersson geometry on the Teichmuller space of Kahler-Einstein manifolds in general, the first step is establishing the deformation theory of such manifold. In this talk, we shall discuss the complex deformation of compact Kahler-Einstein manifolds based on developing the Kodaira-Spencer-Kuranishi's method. We shall also mention applications of such deformation theory.
报告人简介: 张蓥莹，清华大学丘成桐数学科学中心助理教授，2014年毕业于Lehigh University, 2014-2017在Johns Hopkins University 从事博士后研究。 张蓥莹主要研究方向为复几何及几何分析，主要成果发表在Math Ann. Cal Var. PDE. CAG, JGA, Sci. China Math等期刊。
欢迎大家参加🧑🏽🚒！
邀请人🩷：戴蔚
